Hung-Lin Chiu

collaborators

3 papers

math.DG2025

On minimizing surfaces of the CR invariant energy $E_{1}$

Jih-Hsin Cheng, Hung-Lin Chiu, Paul Yang +1

We study a CR-invariant equation for vanishing $E_{1}$ surfaces in the 3-dimensional Heisenberg group. This is shown to be a hyperbolic equation. We prove the local uniqueness theore…

math.DG2025

The Classification of Rotationally symmetric hypersurfaces in the Heisenberg groups $H_{n}$

Hung-Lin Chiu, Sin-Hua Lai, Hsiao-Fan Liu

In this paper, we show the fundamental theorems for rotationally symmetric hypersurfaces, and thus, together with the earlier results in [3] and [4], provide a complete classificat…

math.DG2025

On Invariants of Constant $p$ -Mean Curvature Surfaces in the Heisenberg Group $H_{1}$

Hung-Lin Chiu, Sin-Hua Lai, Hsiao-Fan Liu

One primary objective in submanifold geometry is to discover fascinating and significant classical examples of $H_{1}$ . In this paper which relies on the theory we established in [Ad…

On minimizing surfaces of the CR invariant energy E1​

The Classification of Rotationally symmetric hypersurfaces in the Heisenberg groups Hn​

On Invariants of Constant p-Mean Curvature Surfaces in the Heisenberg Group H1​

On minimizing surfaces of the CR invariant energy $E_{1}$

The Classification of Rotationally symmetric hypersurfaces in the Heisenberg groups $H_{n}$

On Invariants of Constant $p$ -Mean Curvature Surfaces in the Heisenberg Group $H_{1}$